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   "source": [
    "# HRRR-Alaska\n",
    "\n",
    "This will plot HRRR-Alaska data. There are additional \"products\" available than are shown here."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "424b1869",
   "metadata": {},
   "outputs": [],
   "source": [
    "from herbie import Herbie\n",
    "from herbie.toolbox import EasyMap, pc\n",
    "from herbie import paint\n",
    "\n",
    "import matplotlib.pyplot as plt"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "b03c0959",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "✅ Found ┊ model=hrrrak ┊ \u001b[3mproduct=sfc\u001b[0m ┊ \u001b[38;2;41;130;13m2021-Jul-19 00:00 UTC\u001b[92m F06\u001b[0m ┊ \u001b[38;2;255;153;0m\u001b[3mGRIB2 @ aws\u001b[0m ┊ \u001b[38;2;255;153;0m\u001b[3mIDX @ aws\u001b[0m\n"
     ]
    }
   ],
   "source": [
    "H = Herbie(\n",
    "    \"2021-07-19\",\n",
    "    model=\"hrrrak\",\n",
    "    product=\"sfc\",\n",
    "    fxx=6,\n",
    ")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "17271489",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "{'prs': '3D pressure level fields; 3-km resolution',\n",
       " 'sfc': '2D surface level fields; 3-km resolution',\n",
       " 'nat': 'Native level fields; 3-km resolution',\n",
       " 'subh': 'Subhourly grids; 3-km resolution'}"
      ]
     },
     "execution_count": 3,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Show additional products\n",
    "H.PRODUCTS"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "c5c9fe2c",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Downloading inventory file from self.idx='https://noaa-hrrr-bdp-pds.s3.amazonaws.com/hrrr.20210719/alaska/hrrr.t00z.wrfsfcf06.ak.grib2.idx'\n"
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt; Size: 24MB\n",
       "Dimensions:              (y: 919, x: 1299)\n",
       "Coordinates:\n",
       "    time                 datetime64[ns] 8B 2021-07-19\n",
       "    step                 timedelta64[ns] 8B 06:00:00\n",
       "    heightAboveGround    float64 8B 2.0\n",
       "    latitude             (y, x) float64 10MB 41.61 41.63 41.64 ... 76.35 76.34\n",
       "    longitude            (y, x) float64 10MB 185.1 185.1 185.2 ... 244.1 244.2\n",
       "    valid_time           datetime64[ns] 8B 2021-07-19T06:00:00\n",
       "    gribfile_projection  object 8B None\n",
       "Dimensions without coordinates: y, x\n",
       "Data variables:\n",
       "    t2m                  (y, x) float32 5MB 289.4 289.4 289.4 ... 271.9 272.2\n",
       "Attributes:\n",
       "    GRIB_edition:            2\n",
       "    GRIB_centre:             kwbc\n",
       "    GRIB_centreDescription:  US National Weather Service - NCEP\n",
       "    GRIB_subCentre:          0\n",
       "    Conventions:             CF-1.7\n",
       "    institution:             US National Weather Service - NCEP\n",
       "    model:                   hrrrak\n",
       "    product:                 sfc\n",
       "    description:             High-Resolution Rapid Refresh - Alaska\n",
       "    remote_grib:             https://noaa-hrrr-bdp-pds.s3.amazonaws.com/hrrr....\n",
       "    local_grib:              /home/blaylock/data/hrrrak/20210719/subset_6eb29...\n",
       "    search:                  TMP:2 m above</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.Dataset</div></div><ul class='xr-sections'><li class='xr-section-item'><input id='section-9faadfcf-13ce-41eb-8e0a-fdd467a1e285' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-9faadfcf-13ce-41eb-8e0a-fdd467a1e285' class='xr-section-summary'  title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span>y</span>: 919</li><li><span>x</span>: 1299</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-e27f801d-2bad-440a-a88f-f33179bb89e9' class='xr-section-summary-in' type='checkbox'  checked><label for='section-e27f801d-2bad-440a-a88f-f33179bb89e9' class='xr-section-summary' >Coordinates: <span>(7)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>time</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2021-07-19</div><input id='attrs-07cd5874-7dd4-43e5-87aa-c7be78ef8ec6' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-07cd5874-7dd4-43e5-87aa-c7be78ef8ec6' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-33f0d321-702e-44d4-84b6-8e0128b21f95' class='xr-var-data-in' type='checkbox'><label for='data-33f0d321-702e-44d4-84b6-8e0128b21f95' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>initial time of forecast</dd><dt><span>standard_name :</span></dt><dd>forecast_reference_time</dd></dl></div><div class='xr-var-data'><pre>array(&#x27;2021-07-19T00:00:00.000000000&#x27;, dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>step</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>timedelta64[ns]</div><div class='xr-var-preview xr-preview'>06:00:00</div><input id='attrs-566c8fae-6c2e-4da4-81a3-a527ed79963e' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-566c8fae-6c2e-4da4-81a3-a527ed79963e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a7897ab1-cb3b-4731-a332-d3f9a4e263fc' class='xr-var-data-in' type='checkbox'><label for='data-a7897ab1-cb3b-4731-a332-d3f9a4e263fc' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>time since forecast_reference_time</dd><dt><span>standard_name :</span></dt><dd>forecast_period</dd></dl></div><div class='xr-var-data'><pre>array(21600000000000, dtype=&#x27;timedelta64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>heightAboveGround</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>2.0</div><input id='attrs-5a7949cf-04c8-48b0-a243-983811238e73' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-5a7949cf-04c8-48b0-a243-983811238e73' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-fc53b2c0-f003-4971-9691-274e61e639c3' class='xr-var-data-in' type='checkbox'><label for='data-fc53b2c0-f003-4971-9691-274e61e639c3' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>height above the surface</dd><dt><span>units :</span></dt><dd>m</dd><dt><span>positive :</span></dt><dd>up</dd><dt><span>standard_name :</span></dt><dd>height</dd></dl></div><div class='xr-var-data'><pre>array(2.)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>latitude</span></div><div class='xr-var-dims'>(y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>41.61 41.63 41.64 ... 76.35 76.34</div><input id='attrs-88b31b9f-5f0e-437e-b115-69c19aee745d' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-88b31b9f-5f0e-437e-b115-69c19aee745d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-2093fd57-7f49-478a-a3a9-551e6ba8d0cd' class='xr-var-data-in' type='checkbox'><label for='data-2093fd57-7f49-478a-a3a9-551e6ba8d0cd' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>degrees_north</dd><dt><span>standard_name :</span></dt><dd>latitude</dd><dt><span>long_name :</span></dt><dd>latitude</dd></dl></div><div class='xr-var-data'><pre>array([[41.612949  , 41.6283732 , 41.64379131, ..., 51.73138975,\n",
       "        51.72848388, 51.72555953],\n",
       "       [41.63140955, 41.64684264, 41.66226963, ..., 51.75703746,\n",
       "        51.75412904, 51.75120212],\n",
       "       [41.64986721, 41.66530919, 41.68074507, ..., 51.78268891,\n",
       "        51.77977793, 51.77684845],\n",
       "       ...,\n",
       "       [55.58612355, 55.61066898, 55.63521475, ..., 76.30240259,\n",
       "        76.2931345 , 76.2838131 ],\n",
       "       [55.59579489, 55.62034893, 55.64490334, ..., 76.32936501,\n",
       "        76.32007795, 76.3107375 ],\n",
       "       [55.6054481 , 55.63001076, 55.65457379, ..., 76.35632261,\n",
       "        76.34701652, 76.33765695]], shape=(919, 1299))</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>longitude</span></div><div class='xr-var-dims'>(y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>185.1 185.1 185.2 ... 244.1 244.2</div><input id='attrs-95c06667-a41f-4590-a243-674f53b943e9' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-95c06667-a41f-4590-a243-674f53b943e9' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-238da4a9-3430-4f15-b591-d1928cc25091' class='xr-var-data-in' type='checkbox'><label for='data-238da4a9-3430-4f15-b591-d1928cc25091' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>degrees_east</dd><dt><span>standard_name :</span></dt><dd>longitude</dd><dt><span>long_name :</span></dt><dd>longitude</dd></dl></div><div class='xr-var-data'><pre>array([[185.117126  , 185.14182833, 185.16654845, ..., 231.44409514,\n",
       "        231.48549948, 231.52689702],\n",
       "       [185.09648273, 185.12118827, 185.14591163, ..., 231.44877541,\n",
       "        231.49020931, 231.5316364 ],\n",
       "       [185.07582165, 185.1005304 , 185.12525698, ..., 231.45346246,\n",
       "        231.49492596, 231.53638263],\n",
       "       ...,\n",
       "       [156.52375468, 156.54089605, 156.55806343, ..., 243.91766563,\n",
       "        244.03146088, 244.14510043],\n",
       "       [156.48031162, 156.49742514, 156.51456466, ..., 243.95676999,\n",
       "        244.07076482, 244.18460305],\n",
       "       [156.43684261, 156.45392824, 156.47103983, ..., 243.99603036,\n",
       "        244.11022535, 244.22426284]], shape=(919, 1299))</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>valid_time</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2021-07-19T06:00:00</div><input id='attrs-736e4446-26e6-496a-9fb8-36c06d2f3ce5' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-736e4446-26e6-496a-9fb8-36c06d2f3ce5' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-602fbdd9-9e6f-4f6e-bd31-7b5f3b294ec5' class='xr-var-data-in' type='checkbox'><label for='data-602fbdd9-9e6f-4f6e-bd31-7b5f3b294ec5' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>standard_name :</span></dt><dd>time</dd><dt><span>long_name :</span></dt><dd>time</dd></dl></div><div class='xr-var-data'><pre>array(&#x27;2021-07-19T06:00:00.000000000&#x27;, dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>gribfile_projection</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>None</div><input id='attrs-aba15aa3-f1fc-4330-bd65-f15b7ebf5e5b' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-aba15aa3-f1fc-4330-bd65-f15b7ebf5e5b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-cfac5937-3dd8-4902-ab8b-910c37ada869' class='xr-var-data-in' type='checkbox'><label for='data-cfac5937-3dd8-4902-ab8b-910c37ada869' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>crs_wkt :</span></dt><dd>PROJCRS[&quot;unknown&quot;,BASEGEOGCRS[&quot;unknown&quot;,DATUM[&quot;unknown&quot;,ELLIPSOID[&quot;unknown&quot;,6371229,0,LENGTHUNIT[&quot;metre&quot;,1,ID[&quot;EPSG&quot;,9001]]]],PRIMEM[&quot;Greenwich&quot;,0,ANGLEUNIT[&quot;degree&quot;,0.0174532925199433],ID[&quot;EPSG&quot;,8901]]],CONVERSION[&quot;unknown&quot;,METHOD[&quot;Polar Stereographic (variant B)&quot;,ID[&quot;EPSG&quot;,9829]],PARAMETER[&quot;Latitude of standard parallel&quot;,60,ANGLEUNIT[&quot;degree&quot;,0.0174532925199433],ID[&quot;EPSG&quot;,8832]],PARAMETER[&quot;Longitude of origin&quot;,225,ANGLEUNIT[&quot;degree&quot;,0.0174532925199433],ID[&quot;EPSG&quot;,8833]],PARAMETER[&quot;False easting&quot;,0,LENGTHUNIT[&quot;metre&quot;,1],ID[&quot;EPSG&quot;,8806]],PARAMETER[&quot;False northing&quot;,0,LENGTHUNIT[&quot;metre&quot;,1],ID[&quot;EPSG&quot;,8807]]],CS[Cartesian,2],AXIS[&quot;(E)&quot;,south,MERIDIAN[90,ANGLEUNIT[&quot;degree&quot;,0.0174532925199433,ID[&quot;EPSG&quot;,9122]]],ORDER[1],LENGTHUNIT[&quot;metre&quot;,1,ID[&quot;EPSG&quot;,9001]]],AXIS[&quot;(N)&quot;,south,MERIDIAN[180,ANGLEUNIT[&quot;degree&quot;,0.0174532925199433,ID[&quot;EPSG&quot;,9122]]],ORDER[2],LENGTHUNIT[&quot;metre&quot;,1,ID[&quot;EPSG&quot;,9001]]]]</dd><dt><span>semi_major_axis :</span></dt><dd>6371229.0</dd><dt><span>semi_minor_axis :</span></dt><dd>6371229.0</dd><dt><span>inverse_flattening :</span></dt><dd>0.0</dd><dt><span>reference_ellipsoid_name :</span></dt><dd>unknown</dd><dt><span>longitude_of_prime_meridian :</span></dt><dd>0.0</dd><dt><span>prime_meridian_name :</span></dt><dd>Greenwich</dd><dt><span>geographic_crs_name :</span></dt><dd>unknown</dd><dt><span>horizontal_datum_name :</span></dt><dd>unknown</dd><dt><span>projected_crs_name :</span></dt><dd>unknown</dd><dt><span>grid_mapping_name :</span></dt><dd>polar_stereographic</dd><dt><span>standard_parallel :</span></dt><dd>60.0</dd><dt><span>straight_vertical_longitude_from_pole :</span></dt><dd>225.0</dd><dt><span>false_easting :</span></dt><dd>0.0</dd><dt><span>false_northing :</span></dt><dd>0.0</dd><dt><span>long_name :</span></dt><dd>HRRRAK model grid projection</dd></dl></div><div class='xr-var-data'><pre>array(None, dtype=object)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-81e1e3d7-76bd-4dc1-b399-a90ce9928758' class='xr-section-summary-in' type='checkbox'  checked><label for='section-81e1e3d7-76bd-4dc1-b399-a90ce9928758' class='xr-section-summary' >Data variables: <span>(1)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>t2m</span></div><div class='xr-var-dims'>(y, x)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>289.4 289.4 289.4 ... 271.9 272.2</div><input id='attrs-b927de69-78e2-42ae-a40e-c135f500c802' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-b927de69-78e2-42ae-a40e-c135f500c802' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-cca54fe2-386e-445d-8f75-163b47595ac4' class='xr-var-data-in' type='checkbox'><label for='data-cca54fe2-386e-445d-8f75-163b47595ac4' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>GRIB_paramId :</span></dt><dd>167</dd><dt><span>GRIB_dataType :</span></dt><dd>fc</dd><dt><span>GRIB_numberOfPoints :</span></dt><dd>1193781</dd><dt><span>GRIB_typeOfLevel :</span></dt><dd>heightAboveGround</dd><dt><span>GRIB_stepUnits :</span></dt><dd>1</dd><dt><span>GRIB_stepType :</span></dt><dd>instant</dd><dt><span>GRIB_gridType :</span></dt><dd>polar_stereographic</dd><dt><span>GRIB_LaDInDegrees :</span></dt><dd>60.0</dd><dt><span>GRIB_NV :</span></dt><dd>0</dd><dt><span>GRIB_cfName :</span></dt><dd>air_temperature</dd><dt><span>GRIB_cfVarName :</span></dt><dd>t2m</dd><dt><span>GRIB_gridDefinitionDescription :</span></dt><dd>Polar stereographic can be south or north</dd><dt><span>GRIB_missingValue :</span></dt><dd>3.4028234663852886e+38</dd><dt><span>GRIB_name :</span></dt><dd>2 metre temperature</dd><dt><span>GRIB_orientationOfTheGridInDegrees :</span></dt><dd>225.0</dd><dt><span>GRIB_parameterName :</span></dt><dd>Temperature</dd><dt><span>GRIB_parameterUnits :</span></dt><dd>K</dd><dt><span>GRIB_shapeOfTheEarth :</span></dt><dd>6</dd><dt><span>GRIB_shortName :</span></dt><dd>2t</dd><dt><span>GRIB_southPoleOnProjectionPlane :</span></dt><dd>0</dd><dt><span>GRIB_stepRange :</span></dt><dd>6</dd><dt><span>GRIB_units :</span></dt><dd>K</dd><dt><span>long_name :</span></dt><dd>2 metre temperature</dd><dt><span>units :</span></dt><dd>K</dd><dt><span>standard_name :</span></dt><dd>air_temperature</dd><dt><span>grid_mapping :</span></dt><dd>gribfile_projection</dd></dl></div><div class='xr-var-data'><pre>array([[289.4269, 289.3644, 289.3644, ..., 287.2394, 287.3019, 287.3019],\n",
       "       [289.4269, 289.3644, 289.3019, ..., 287.2394, 287.2394, 287.3019],\n",
       "       [289.3644, 289.3019, 289.3019, ..., 287.2394, 287.2394, 287.2394],\n",
       "       ...,\n",
       "       [288.6144, 288.9269, 288.8644, ..., 273.1144, 273.1144, 272.1769],\n",
       "       [288.6769, 288.8644, 288.9894, ..., 273.1144, 273.3019, 272.1144],\n",
       "       [288.8019, 288.8019, 288.6769, ..., 272.1769, 271.9269, 272.1769]],\n",
       "      shape=(919, 1299), dtype=float32)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-be978d92-e9b8-4f20-b6ce-07c4994b868c' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-be978d92-e9b8-4f20-b6ce-07c4994b868c' class='xr-section-summary'  title='Expand/collapse section'>Indexes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'></ul></div></li><li class='xr-section-item'><input id='section-ac5b0336-97dd-44de-ae66-b87988ff5787' class='xr-section-summary-in' type='checkbox'  ><label for='section-ac5b0336-97dd-44de-ae66-b87988ff5787' class='xr-section-summary' >Attributes: <span>(12)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>GRIB_edition :</span></dt><dd>2</dd><dt><span>GRIB_centre :</span></dt><dd>kwbc</dd><dt><span>GRIB_centreDescription :</span></dt><dd>US National Weather Service - NCEP</dd><dt><span>GRIB_subCentre :</span></dt><dd>0</dd><dt><span>Conventions :</span></dt><dd>CF-1.7</dd><dt><span>institution :</span></dt><dd>US National Weather Service - NCEP</dd><dt><span>model :</span></dt><dd>hrrrak</dd><dt><span>product :</span></dt><dd>sfc</dd><dt><span>description :</span></dt><dd>High-Resolution Rapid Refresh - Alaska</dd><dt><span>remote_grib :</span></dt><dd>https://noaa-hrrr-bdp-pds.s3.amazonaws.com/hrrr.20210719/alaska/hrrr.t00z.wrfsfcf06.ak.grib2</dd><dt><span>local_grib :</span></dt><dd>/home/blaylock/data/hrrrak/20210719/subset_6eb29dd4__hrrr.t00z.wrfsfcf06.ak.grib2</dd><dt><span>search :</span></dt><dd>TMP:2 m above</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset> Size: 24MB\n",
       "Dimensions:              (y: 919, x: 1299)\n",
       "Coordinates:\n",
       "    time                 datetime64[ns] 8B 2021-07-19\n",
       "    step                 timedelta64[ns] 8B 06:00:00\n",
       "    heightAboveGround    float64 8B 2.0\n",
       "    latitude             (y, x) float64 10MB 41.61 41.63 41.64 ... 76.35 76.34\n",
       "    longitude            (y, x) float64 10MB 185.1 185.1 185.2 ... 244.1 244.2\n",
       "    valid_time           datetime64[ns] 8B 2021-07-19T06:00:00\n",
       "    gribfile_projection  object 8B None\n",
       "Dimensions without coordinates: y, x\n",
       "Data variables:\n",
       "    t2m                  (y, x) float32 5MB 289.4 289.4 289.4 ... 271.9 272.2\n",
       "Attributes:\n",
       "    GRIB_edition:            2\n",
       "    GRIB_centre:             kwbc\n",
       "    GRIB_centreDescription:  US National Weather Service - NCEP\n",
       "    GRIB_subCentre:          0\n",
       "    Conventions:             CF-1.7\n",
       "    institution:             US National Weather Service - NCEP\n",
       "    model:                   hrrrak\n",
       "    product:                 sfc\n",
       "    description:             High-Resolution Rapid Refresh - Alaska\n",
       "    remote_grib:             https://noaa-hrrr-bdp-pds.s3.amazonaws.com/hrrr....\n",
       "    local_grib:              /home/blaylock/data/hrrrak/20210719/subset_6eb29...\n",
       "    search:                  TMP:2 m above"
      ]
     },
     "execution_count": 4,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "ds = H.xarray(\"TMP:2 m above\")\n",
    "ds"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "94f96b03",
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/home/blaylock/GITHUB/Herbie/.venv/lib/python3.13/site-packages/metpy/plots/mapping.py:208: UserWarning: \"true_scale_latitude\" parameter is only used for polar stereographic projections. Consider the use of \"scale_factor\" instead.\n",
      "  return ccrs.Stereographic(globe=globe, **kwargs)\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "Text(0.0, 1.0, 'HRRRAK: 2D surface level fields; 3-km resolution')"
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x800 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "ax = EasyMap(\"50m\", crs=ds.herbie.crs, figsize=[10, 8]).STATES().ax\n",
    "\n",
    "p = ax.pcolormesh(\n",
    "    ds.longitude,\n",
    "    ds.latitude,\n",
    "    ds.t2m - 273.15,\n",
    "    transform=pc,\n",
    "    **paint.NWSTemperature.kwargs2,\n",
    ")\n",
    "plt.colorbar(\n",
    "    p,\n",
    "    ax=ax,\n",
    "    orientation=\"horizontal\",\n",
    "    pad=0.05,\n",
    "    **paint.NWSTemperature.cbar_kwargs2,\n",
    ")\n",
    "\n",
    "ax.set_title(ds.t2m.GRIB_name, loc=\"right\")\n",
    "ax.set_title(f\"{ds.model.upper()}: {H.product_description}\", loc=\"left\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "9c08a8b9",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "{'GRIB_paramId': 167,\n",
       " 'GRIB_dataType': 'fc',\n",
       " 'GRIB_numberOfPoints': 1193781,\n",
       " 'GRIB_typeOfLevel': 'heightAboveGround',\n",
       " 'GRIB_stepUnits': 1,\n",
       " 'GRIB_stepType': 'instant',\n",
       " 'GRIB_gridType': 'polar_stereographic',\n",
       " 'GRIB_LaDInDegrees': 60.0,\n",
       " 'GRIB_NV': 0,\n",
       " 'GRIB_cfName': 'air_temperature',\n",
       " 'GRIB_cfVarName': 't2m',\n",
       " 'GRIB_gridDefinitionDescription': 'Polar stereographic can be south or north',\n",
       " 'GRIB_missingValue': 3.4028234663852886e+38,\n",
       " 'GRIB_name': '2 metre temperature',\n",
       " 'GRIB_orientationOfTheGridInDegrees': 225.0,\n",
       " 'GRIB_parameterName': 'Temperature',\n",
       " 'GRIB_parameterUnits': 'K',\n",
       " 'GRIB_shapeOfTheEarth': 6,\n",
       " 'GRIB_shortName': '2t',\n",
       " 'GRIB_southPoleOnProjectionPlane': 0,\n",
       " 'GRIB_stepRange': '6',\n",
       " 'GRIB_units': 'K',\n",
       " 'long_name': '2 metre temperature',\n",
       " 'units': 'K',\n",
       " 'standard_name': 'air_temperature',\n",
       " 'grid_mapping': 'gribfile_projection'}"
      ]
     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "ds.t2m.attrs"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "a32b9d0d",
   "metadata": {},
   "source": [
    "Below is tying to use metpy to parse the CF grid_namming"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "3547fcd9",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "{'ellps': 'sphere',\n",
       " 'a': 6371229.0,\n",
       " 'b': 6371229.0,\n",
       " 'proj': 'stere',\n",
       " 'lat_0': 0.0,\n",
       " 'lon_0': 225.0,\n",
       " 'x_0': 0.0,\n",
       " 'y_0': 0.0,\n",
       " 'lat_ts': 60.0}"
      ]
     },
     "execution_count": 7,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# my own implementation to get cartopy projection\n",
    "ds.herbie.crs.proj4_params"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "dd490cfb",
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/home/blaylock/GITHUB/Herbie/.venv/lib/python3.13/site-packages/metpy/plots/mapping.py:208: UserWarning: \"true_scale_latitude\" parameter is only used for polar stereographic projections. Consider the use of \"scale_factor\" instead.\n",
      "  return ccrs.Stereographic(globe=globe, **kwargs)\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "{'ellps': 'sphere',\n",
       " 'a': 6371229.0,\n",
       " 'b': 6371229.0,\n",
       " 'proj': 'stere',\n",
       " 'lat_0': 0.0,\n",
       " 'lon_0': 225.0,\n",
       " 'x_0': 0.0,\n",
       " 'y_0': 0.0,\n",
       " 'lat_ts': 60.0}"
      ]
     },
     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "ds.metpy.parse_cf().metpy_crs.item().to_cartopy().proj4_params"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "93647d53",
   "metadata": {},
   "outputs": [],
   "source": [
    "# What if I don't specify anything?\n",
    "ds.gribfile_projection.attrs[\"straight_vertical_longitude_from_pole\"] = None\n",
    "ds.gribfile_projection.attrs[\"standard_parallel\"] = None\n",
    "ds.gribfile_projection.attrs[\"latitude_of_projection_origin\"] = 90"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "8c1cab0b",
   "metadata": {},
   "outputs": [
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       " </defs>\n",
       "</svg>\n",
       "<pre>&lt;cartopy.crs.Stereographic object at 0x741fabc80180&gt;</pre>"
      ],
      "text/plain": [
       "<Projected CRS: +proj=stere +ellps=sphere +a=6371229.0 +b=6371229. ...>\n",
       "Name: unknown\n",
       "Axis Info [cartesian]:\n",
       "- E[south]: Easting (metre)\n",
       "- N[south]: Northing (metre)\n",
       "Area of Use:\n",
       "- undefined\n",
       "Coordinate Operation:\n",
       "- name: unknown\n",
       "- method: Polar Stereographic (variant A)\n",
       "Datum: unknown\n",
       "- Ellipsoid: unknown\n",
       "- Prime Meridian: Greenwich"
      ]
     },
     "execution_count": 10,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "ds.metpy.parse_cf().metpy_crs.item().to_cartopy()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "97aba6e4",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "{'ellps': 'sphere',\n",
       " 'a': 6371229.0,\n",
       " 'b': 6371229.0,\n",
       " 'proj': 'stere',\n",
       " 'lat_0': 90,\n",
       " 'lon_0': None,\n",
       " 'x_0': 0.0,\n",
       " 'y_0': 0.0}"
      ]
     },
     "execution_count": 11,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "ds.metpy.parse_cf().metpy_crs.item().to_cartopy().proj4_params"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "ad6dab7a",
   "metadata": {},
   "outputs": [
    {
     "data": {
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",
      "text/plain": [
       "<Figure size 800x800 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "ax = (\n",
    "    EasyMap(\n",
    "        \"50m\", crs=ds.metpy.parse_cf().metpy_crs.item().to_cartopy(), figsize=[8, 8]\n",
    "    )\n",
    "    .STATES()\n",
    "    .ax\n",
    ")\n",
    "p = ax.pcolormesh(\n",
    "    ds.longitude,\n",
    "    ds.latitude,\n",
    "    ds.t2m - 273.15,\n",
    "    transform=pc,\n",
    "    **paint.NWSTemperature.kwargs2,\n",
    ")\n",
    "plt.colorbar(\n",
    "    p,\n",
    "    ax=ax,\n",
    "    orientation=\"horizontal\",\n",
    "    pad=0.05,\n",
    "    **paint.NWSTemperature.cbar_kwargs2,\n",
    ")\n",
    "\n",
    "ax.set_title(ds.t2m.GRIB_name, loc=\"right\")\n",
    "ax.set_title(f\"{ds.model.upper()}: {H.product_description}\", loc=\"left\")\n",
    "gl = ax.gridlines(draw_labels=True)\n",
    "\n",
    "from cartopy.mpl.ticker import LongitudeFormatter, LatitudeFormatter, LatitudeLocator\n",
    "import matplotlib.ticker as mticker\n",
    "\n",
    "gl.ylocator = mticker.FixedLocator([60])\n",
    "gl.xlocator = mticker.FixedLocator([-180, -135, 180])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "0a86a7aa",
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
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